Bicrossproduct structure of the null-plane quantum Poincar? algebra

Authors: Arratia O.¹; Herranz F.J.²; Olmo M.A.d.³

Source: Journal of Physics A: Mathematical and General, Volume 31, Number 1, 1998 , pp. L1-L7(7)

Publisher: IOP Publishing

Abstract:

A nonlinear change of basis allows us to show that the non-standard quantum deformation of the (3 + 1) Poincar? algebra has a bicrossproduct structure. Quantum universal R-matrix, Pauli - Lubanski and mass operators are presented in the new basis.

Language: English

Document Type: Miscellaneous

Affiliations: 1: Departamento de Matem?tica Aplicada a la Ingenier?a, Universidad de Valladolid. E-47011, Valladolid, Spain 2: Departamento de F?sica, EU Polit?cnica, Universidad de Burgos, E-09006, Burgos, Spain 3: Departamento de F?sica Te?rica, Universidad de Valladolid, E-47011, Valladolid, Spain

Publication date: 1998-01-01

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• In this Subject: Mathematics and Statistics ,  Physics (General)
• By this author: Arratia O. ;  Herranz F.J. ;  Olmo M.A.d.

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